A new approach to the existence results for orientor fields with Nicoletti's boundary conditions
Tom 86 / 2005
Annales Polonici Mathematici 86 (2005), 23-30 MSC: Primary 47H04; Secondary 34A60. DOI: 10.4064/ap86-1-3
Applying a global bifurcation theorem for convex-valued completely continuous mappings we prove some existence theorems for convex-valued differential inclusions of the form $x'\in F(t,x),$ where $x$ satisfies the Nicoletti boundary conditions.